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Math reflection on Binomial Expansions
Math reflection on Binomial Expansions

... Binomial Number: It is more efficient to use binomial numbers when the question is more complex. It helps show what steps you are taking to get to your answer.If you use binomial numbers to solve an equation where you have to multiply numbers by more than 3 digits, then, it would take a long time as ...
Tremendous Trinomial technique
Tremendous Trinomial technique

Binomial Distribution Bernoulli Process: random process with
Binomial Distribution Bernoulli Process: random process with

... Tests of pseudorandom number generators It is important to test the random number generator which you will use for your calculations (simulations), or use a generator which has demonstrated properties. There are many tests one can imagine. The most basic is obviously to see that the values are unif ...
DISCRETE AND CONTINUOUS PROBABILITY DISTRIBUTIONS
DISCRETE AND CONTINUOUS PROBABILITY DISTRIBUTIONS

... Combinations. Combinations are selections of objects in which no attention is payed to the ordering. Q: How many ways can we construct an unordered set of r objects selected from amongst n objects? A: The total number of permutations of r objects selected from amongst n is n Pr . There are r! differ ...
5.3. Generalized Permutations and Combinations 5.3.1
5.3. Generalized Permutations and Combinations 5.3.1

... 3-digit numbers written that way there are two whose difference is a multiple of 500. Answer : There are 9 · 8 · 7 = 504 permutations of three digits. On the other hand if we divide the 504 numbers by 500 we can get only 500 possible remainders, so at least two numbers give the same remainder, and t ...
Introduction to Probability Distributions
Introduction to Probability Distributions

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Full text

Full text
Full text

SIMULATING THE POISSON PROCESS Contents 1. Introduction 1 2
SIMULATING THE POISSON PROCESS Contents 1. Introduction 1 2

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Reflection

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Solutions for Homework 5
Solutions for Homework 5

... the answer is 1 − ((1 − p)n + np(1 − p)n−1 ). (20 points) 4. A dodecahedral die has 12 faces that are numbered 1 through 12. Suppose that a pair of fair dodecahedral dice is rolled. (a) What is the expected value of the sum of the numbers that come ...
Introduction to Probability Distributions
Introduction to Probability Distributions

p(x)
p(x)

Discrete Event Simulation
Discrete Event Simulation

... Probability distributions • In a Discrete Event Simulation, you need to decide what probability distribution functions best model the events. in most situations, uniform distribution does not work. • Pseudorandom number generators generate numbers in a uniform distribution • One basic trick is to t ...
simulation
simulation

... Probability distributions • In a Discrete Event Simulation, you need to decide what probability distribution functions best model the events. in most situations, uniform distribution does not work. • Pseudorandom number generators generate numbers in a uniform distribution • One basic trick is to t ...
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Communicating Quantitative Information
Communicating Quantitative Information

Exercises L3: Probability Theory
Exercises L3: Probability Theory

PDF - 1.6MB - MIT OpenCourseWare
PDF - 1.6MB - MIT OpenCourseWare

Supplementary Appendix
Supplementary Appendix

... we have used a Bayesian approach to use the information in biopsied lesions and project the number of cancerous lesions among the non-biopsied sites. This approach relies on the Bayes theorem to calculate conditional probabilities. It entails using the proportions of cancerous sites as “prior” infor ...
Lecture 12 - Mathematics
Lecture 12 - Mathematics

... But this is not the Law of Small Numbers. This just says that any individual urn has a Poisson probability of k hits, but the LSN says that the for each k, the fraction of urns with k hits follows a Poisson distribution, Xk /n ≈ pµ (k). How do we get this? Because the total number of balls, m, is fi ...
Why are you less popular than your friends?
Why are you less popular than your friends?

S1 - Chapter 8 - Discrete Random Variables
S1 - Chapter 8 - Discrete Random Variables

5 - Web4students
5 - Web4students

... f) OPTIONAL (ITP) Here we have another simulation technique. Use the calculator to generate 50 numbers that come from a binomial distribution with n = 15 and p = 0.85 (We’ll clear List 1, generate the numbers and store them into List 1, we’ll sort the list and then explore the editor) ...
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Negative binomial distribution

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